RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB141722
Planetary
Binary lens models
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Model L1 χ2=2693.92 gOGLE=-0.168503±0.445215 s=0.743802±0.0675384 q=0.000427841±0.000513877 u0=-0.138107±0.0549912 θ=2.91077±0.0540998 ρ*=0.0000707861±2.21589 tE=22.5552±7.21469 t0=6900.19±0.121786 |
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Model L2 χ2=3026.4 gOGLE=0.871334±0.432469 s=1.28124±0.0551189 q=0.0627686±0.0225569 u0=0.0465695±0.020074 θ=0.748988±0.14485 ρ*=0.082085±0.0266325 tE=36.4319±10.0051 t0=6898.67±0.380946 |
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Model L3 χ2=3169.78 gOGLE=1.63989±0.678577 s=1.06067±0.0391808 q=0.0660656±0.023708 u0=0.00459376±0.015564 θ=1.53502±0.0896429 ρ*=0.0686223±0.0244963 tE=41.7802±13.8053 t0=6900.09±0.227546 |
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Model L4 χ2=3324.38 gOGLE=-0.513945±0.469357 s=1.5752±0.309016 q=0.00193456±0.00368851 u0=0.219824±0.07709 θ=0.363628±0.0888993 ρ*=0.0255793±0.442324 tE=15.1524±3.83142 t0=6900.14±0.15443 |
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Model L5 χ2=3331.25 gOGLE=1.13819±0.522075 s=0.577521±0.0955786 q=0.456629±0.188475 u0=-0.0276581±0.033533 θ=1.55026±0.0886103 ρ*=0.0810884±0.0364874 tE=28.2364±9.6596 t0=6900.2±0.146831 |
Binary lens models with parallax
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Model X1 χ2=2686.93 gOGLE=-0.169887±0.530601 s=0.745596±0.0858403 q=0.000472166±0.00147062 u0=-0.138057±0.0641837 θ=2.9111±0.719272 ρ*=0.0000110774±0.0700656 tE=22.5477±10.7886 t0=6900.2±0.140819 π⊥=-0.0176906±19.4936 π||=-0.176173±1.85461 |